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Tagged
finitefield
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590
views
1
answer
2
votes
2018-02-07 09:30:27 +0200
dan_fulea
How to generate a cyclic matrix
cyclic_matrix
finitefield
3k
views
3
answers
1
vote
2018-03-11 00:28:24 +0200
dan_fulea
irreducible polynomial defining the finite field
polynomial
finitefield
1k
views
1
answer
1
vote
2018-04-24 00:38:12 +0200
dan_fulea
Square root of polynomial modulo another irreducible polynomial
sqrt
polynomial
finitefield
622
views
1
answer
1
vote
2018-05-25 03:14:58 +0200
dan_fulea
Correct way to construct a field with i adjoined?
galois
finitefield
extension-field
355
views
1
answer
no
votes
2018-05-28 03:43:10 +0200
nbruin
kernel of a matrix defined over polynomial rings
kernel
LaurentPolynomial
finitefield
galois
429
views
1
answer
3
votes
2018-06-15 10:15:18 +0200
tmonteil
How to compute common zeros of system of polynomial equations with dimension 2?
polynomials
equations
finitefield
459
views
1
answer
1
vote
2018-09-25 12:19:41 +0200
slelievre
Roots of Polynomials over finite Fields
roots
finitefield
polynomials
ideal
2k
views
2
answers
2
votes
2019-02-22 18:48:56 +0200
FrédéricC
Symbolic computations in a finite field
symbolic
finitefield
sympy
347
views
no
answers
no
votes
2019-08-26 16:50:07 +0200
Nikolaj
square root sign [closed]
square_root
sqrt
finitefield
1k
views
2
answers
1
vote
2019-08-26 18:19:01 +0200
rburing
Square roots in finite fields
sqrt
square_root
finitefield
353
views
1
answer
1
vote
2020-03-02 16:08:29 +0200
rburing
Iterate over multivariate polynomials over finite fields
PolynomialRing
QuotientRing
finitefield
1k
views
3
answers
1
vote
2020-05-28 18:15:31 +0200
John Cremona
Elliptic Curve Twist
finitefield
EllipticCurve
253
views
no
answers
1
vote
2020-07-03 00:36:22 +0200
slelievre
SageMath: defining class of functions on Elliptic Curves
Elliptic-curves
finitefield
290
views
1
answer
1
vote
2020-12-03 10:17:21 +0200
tmonteil
counting number of matrices in finite field
count
finitefield
matrices
158
views
2
answers
2
votes
2022-02-09 16:32:02 +0200
Max Alekseyev
Evaluate polynomial with imaginary number as input?
extension-field
finitefield
PolynomialRing
143
views
1
answer
1
vote
2023-02-06 19:25:35 +0200
dan_fulea
Model polynomials of $GF(p)$ as polynomials of $GF(p^n)$
PolynomialRing
finitefield
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